In a certain code language:(A) 'pit dar na' m | vedclass

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(D) To determine the meaning of each word in the code language,we must analyze the statements:$1$. From $(A)$ and $(B)$,'dar' is common,and 'good' is

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(D) To determine the meaning of each word in the code language,we must analyze the statements:$1$. From $(A)$ and $(B)$,'dar' is common,and 'good' is common. So,'dar' = 'good'.$2$. From $(B)$ and $(C)$,'tok' is common,and 'bad' is common. So,'tok' = 'bad'.$3$. From $(A)$,since 'dar' = 'good','pit na' means 'you are'.$4$. From $(C)$,since 'tok' = 'bad','Him na' means 'they are'.$5$. Comparing 'pit na' and 'Him na','na' is common,and 'are' is common. So,'na' = 'are'.$6$. Consequently,'pit' = 'you','pa' = 'and',and 'Him' = 'they'.Since all three statements $(A)$,$(B)$,and $(C)$ are required to decode all the words,none of the statements can be dispensed with.

In a certain code language:
$(A)$ 'pit dar na' means 'you are good';
$(B)$ 'dar tok pa' means 'good and bad';
$(C)$ 'Him na tok' means 'they are bad'.
To find the answer to the above question,which of the following statements can be dispensed with?

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In a certain code language:$(A)$ 'pit dar na' means 'you are good';$(B)$ 'dar tok pa' means 'good and bad';$(C)$ 'Him na tok' means 'they are bad'.To find the answer to the above question,which of the following statements can be dispensed with?